{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.cluster import DBSCAN\n",
    "from sklearn.datasets import make_moons\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "X,y=make_moons(n_samples=250,noise=0.05)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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       "       [-3.19537277e-01,  9.84972551e-01],\n",
       "       [ 1.64387791e-02,  9.30384223e-01],\n",
       "       [ 1.28551035e+00, -3.59140478e-01],\n",
       "       [ 4.67888567e-02,  2.90352908e-01],\n",
       "       [-4.87340164e-01,  8.85979674e-01],\n",
       "       [ 8.30396698e-01,  5.35123465e-01],\n",
       "       [-5.84983954e-01,  8.32347667e-01],\n",
       "       [-2.17994810e-01,  9.54619655e-01],\n",
       "       [ 1.81832808e+00, -1.12211628e-01],\n",
       "       [-5.72419101e-01,  8.58003358e-01],\n",
       "       [-2.60460487e-02,  9.68259206e-01],\n",
       "       [ 9.33127942e-01,  2.69373627e-01],\n",
       "       [ 1.51838973e+00, -3.43937057e-01],\n",
       "       [-4.25046997e-01,  9.02350800e-01],\n",
       "       [-1.02748321e+00,  6.72128534e-02],\n",
       "       [ 1.97439191e+00,  3.19915309e-01],\n",
       "       [-8.59995010e-01,  4.72635212e-01],\n",
       "       [ 2.12169749e-01, -1.39264416e-01],\n",
       "       [ 7.58875265e-01,  6.73085345e-01],\n",
       "       [ 1.98302928e+00,  1.94805294e-01],\n",
       "       [ 5.15105477e-01, -4.52093748e-01],\n",
       "       [ 1.03232372e+00,  8.09560955e-02]])"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x18eb63ae430>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(X[:,0],X[:,1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "##feature scaling(Standard Scaling)\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "scaler=StandardScaler()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_scaled=scaler.fit_transform(X)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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       "       [-0.94025977,  1.48693325],\n",
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       "       [ 0.8988178 , -1.22833836],\n",
       "       [-0.52052009,  0.08371718],\n",
       "       [-1.13252978,  1.28695561],\n",
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       "       [-1.24441089,  1.17861244],\n",
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       "       [-1.06115373,  1.32002727],\n",
       "       [-1.75143039, -0.36705283],\n",
       "       [ 1.6881443 ,  0.14343682],\n",
       "       [-1.55952095,  0.45194958],\n",
       "       [-0.33102522, -0.784162  ],\n",
       "       [ 0.29539473,  0.8568832 ],\n",
       "       [ 1.69804107, -0.1093006 ],\n",
       "       [ 0.01608118, -1.41611526],\n",
       "       [ 0.60871435, -0.33928982]])"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X_scaled"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "dbcan=DBSCAN(eps=0.3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DBSCAN(eps=0.3)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dbcan.fit(X_scaled)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
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      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dbcan.labels_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x18eb5ecc1f0>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(X[:,0],X[:,1],c=dbcan.labels_)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x18eb67e16a0>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(X[:,0],X[:,1],c=y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
